Operating procedures problem statement

Peter Heron s article concludes with a statement that all of these procedures bring together a multidisciplined team that ensures fewer problems in implementing, commissioning, and operating modified units. He further reflects that there is often a dilution of experience in management and these procedures assist in ensuring consideration of a broad spectrum of potential side effects. [17]... 

One of the more common errors that technicians run into is the EEOC error (Equipment Exceeds Operator Capability). This error is common, but preventable. The indication that a problem is due to user error is when a user says they can t perform some very common computer task—i.e., I can t print, I can t save my file, 1 can t run my favorite application, etc. As soon you hear these words, you should start asking questions of the user to determine if it is EEOC or a real problem. A good question to ask following their statement of the problem would be, Were you ever able to perform that task If they answer no to this question, it means they are probably doing the procedure wrong—EEOC. If they answer yes, you must move on to another set of questions. 

We will now provide the procedure for converting a nested loop program (NLP) into a DG node by extracting the fiow dependencies between the operations (iterations) of the NLP. In general, this is a very difficult problem and the procedure we are going to explain will only work for so-called static and linear NLPs. More specifically, the NLP may only contain statements that are of the following type ... 

Traditional wisdom in the field of nonequilibrium statistical mechanics has it that one gets rid of recurrences, in the thermodynamic limit, because the spectrum of the Hamiltonian becomes dense or continuous. This kind of statement must be taken cum grano salts. First, it is next to impossible to exhibit, in the usual formalism, an operator that would be mathematically well defined and that would be obtained from a finite system Hamiltonian by the limiting procedures that Hilbert space techniques (as commonly used) have to offer. Second, if this problem were to be ignored for a while, it would still be of interest to know how dense or continuous things become in the thermodynamic limit. And third, it would be useful to link these how much questions and answers with the rate of approach to equilibrium. 

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